{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
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       "\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>日期</th>\n",
       "      <th>价格</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2023-08-20</td>\n",
       "      <td>17.17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2023-08-21</td>\n",
       "      <td>17.15</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2023-08-22</td>\n",
       "      <td>17.13</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2023-08-23</td>\n",
       "      <td>17.21</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2023-08-24</td>\n",
       "      <td>17.19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <th>362</th>\n",
       "      <td>2024-08-16</td>\n",
       "      <td>21.30</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>363</th>\n",
       "      <td>2024-08-17</td>\n",
       "      <td>21.18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>364</th>\n",
       "      <td>2024-08-18</td>\n",
       "      <td>20.99</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>365</th>\n",
       "      <td>2024-08-19</td>\n",
       "      <td>20.73</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>366</th>\n",
       "      <td>2024-08-20</td>\n",
       "      <td>20.54</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>367 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "             日期     价格\n",
       "0    2023-08-20  17.17\n",
       "1    2023-08-21  17.15\n",
       "2    2023-08-22  17.13\n",
       "3    2023-08-23  17.21\n",
       "4    2023-08-24  17.19\n",
       "..          ...    ...\n",
       "362  2024-08-16  21.30\n",
       "363  2024-08-17  21.18\n",
       "364  2024-08-18  20.99\n",
       "365  2024-08-19  20.73\n",
       "366  2024-08-20  20.54\n",
       "\n",
       "[367 rows x 2 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>日期</th>\n",
       "      <th>猪价</th>\n",
       "      <th>双汇</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2023-08-21</td>\n",
       "      <td>17.15</td>\n",
       "      <td>23.79</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2023-08-22</td>\n",
       "      <td>17.13</td>\n",
       "      <td>23.64</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2023-08-23</td>\n",
       "      <td>17.21</td>\n",
       "      <td>23.64</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2023-08-24</td>\n",
       "      <td>17.19</td>\n",
       "      <td>24.18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2023-08-25</td>\n",
       "      <td>17.19</td>\n",
       "      <td>24.38</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>238</th>\n",
       "      <td>2024-08-14</td>\n",
       "      <td>21.15</td>\n",
       "      <td>22.41</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>239</th>\n",
       "      <td>2024-08-15</td>\n",
       "      <td>21.22</td>\n",
       "      <td>23.06</td>\n",
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       "    <tr>\n",
       "      <th>240</th>\n",
       "      <td>2024-08-16</td>\n",
       "      <td>21.30</td>\n",
       "      <td>22.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>241</th>\n",
       "      <td>2024-08-19</td>\n",
       "      <td>20.73</td>\n",
       "      <td>22.90</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>242</th>\n",
       "      <td>2024-08-20</td>\n",
       "      <td>20.54</td>\n",
       "      <td>22.64</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>243 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "             日期     猪价     双汇\n",
       "0    2023-08-21  17.15  23.79\n",
       "1    2023-08-22  17.13  23.64\n",
       "2    2023-08-23  17.21  23.64\n",
       "3    2023-08-24  17.19  24.18\n",
       "4    2023-08-25  17.19  24.38\n",
       "..          ...    ...    ...\n",
       "238  2024-08-14  21.15  22.41\n",
       "239  2024-08-15  21.22  23.06\n",
       "240  2024-08-16  21.30  22.80\n",
       "241  2024-08-19  20.73  22.90\n",
       "242  2024-08-20  20.54  22.64\n",
       "\n",
       "[243 rows x 3 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "from text import *\n",
    "import akshare as ak\n",
    "import matplotlib.dates as mdates\n",
    "import requests\n",
    "import time\n",
    "import datetime\n",
    "\n",
    "from matplotlib.pyplot import MultipleLocator  # 设置间隔用\n",
    "\n",
    "plt.rcParams[\"font.sans-serif\"] = ['LXGW WenKai Mono Screen',\n",
    "                                   \"SimHei\"]  # 用来正常显示中文标签\n",
    "plt.rcParams[\"axes.unicode_minus\"] = True  # 用来正常显示负号\n",
    "\n",
    "symbol=\"000895\" # 双汇\n",
    "# symbol=\"002714\" # 牧原\n",
    "name=\"双汇\"\n",
    "# name=\"牧原\"\n",
    "\n",
    "\n",
    "def get_pig():\n",
    "    url=f\"https://zhujia.zhuwang.com.cn/api/chartData?areaId=-1&aa={int(time.time())}\"\n",
    "    headers={\n",
    "        \"User-Agent\": \"Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/91.0.4472.124 Safari/537.36\"\n",
    "    }\n",
    "    req=requests.get(url,timeout=10,headers=headers)\n",
    "    price=req.json()['pigprice']\n",
    "    start=req.json()['time'][-1]\n",
    "    start=datetime.date(int(start[0]),int(start[1]),int(start[2]))\n",
    "    dates=[]\n",
    "    for i in range(len(price)):\n",
    "        date=str(start+datetime.timedelta(days=i))\n",
    "        dates.append(date)\n",
    "    df=pd.DataFrame({'日期':dates,'价格':price})\n",
    "    display(df)\n",
    "    return df\n",
    "\n",
    "\n",
    "\n",
    "pig=get_pig()\n",
    "# pig = ak.spot_hog_year_trend_soozhu()\n",
    "# pig = pig.dropna()\n",
    "start=list(pig.日期)[0]\n",
    "end=list(pig.日期)[-1]\n",
    "start=str(start).replace('-','')\n",
    "end=str(end).replace('-','')\n",
    "stock=ak.stock_zh_a_hist(\n",
    "            symbol=symbol, \n",
    "            period=\"daily\",\n",
    "            start_date=start, \n",
    "            end_date=end, \n",
    "            adjust=\"qfq\",\n",
    "            timeout=10,\n",
    "            )\n",
    "stock=stock.dropna()\n",
    "pig_dates=[str(date) for date in list(pig.日期)]\n",
    "pig_dict=dict(zip(pig_dates,list(pig.价格)))\n",
    "stock_dates=[str(date) for date in list(stock.日期)]\n",
    "stock_dict=dict(zip(stock_dates,list(stock.收盘)))\n",
    "dates=[]\n",
    "pig=[]\n",
    "stock=[]\n",
    "for date in pig_dict.keys():\n",
    "    if(date in stock_dict.keys()):\n",
    "        dates.append(date)\n",
    "        pig.append(pig_dict[date])\n",
    "        stock.append(stock_dict[date])\n",
    "df=pd.DataFrame({'日期':dates,'猪价':pig,name:stock})\n",
    "df.set_index('日期')\n",
    "display(df)\n",
    "fig=df.plot(x=\"日期\",figsize=(12,6),grid=True,title=f\"{name}和猪价走势图\")\n",
    "plt.show()\n",
    "\n",
    "df=pd.DataFrame({'猪价':pig,name:stock})\n",
    "corr = df.corr(method=\"pearson\")  # 线性、正态分布\n",
    "cmap = sns.diverging_palette(\n",
    "    256, 0, as_cmap=True\n",
    ")  # 在两种HUSL颜色之间制作不同的调色板。图的正负色彩范围为220、10，结果为真则返回matplotlib的colormap对象\n",
    "fig = sns.heatmap(\n",
    "    corr,  # 使用Pandas DataFrame数据，索引/列信息用于标记列和行\n",
    "    cmap=cmap,  # 数据值到颜色空间的映射\n",
    "    square=True,  # 每个单元格都是正方形\n",
    "    cbar_kws={\"shrink\": 0.9},  # `fig.colorbar`的关键字参数\n",
    "    # ax=ax,  # 绘制图的轴\n",
    "    annot=True,  # 在单元格中标注数据值\n",
    "    annot_kws={\"fontsize\": 12},\n",
    ")  # 热图，将矩形数据绘制为颜色编码矩阵\n",
    "fig.get_figure().set_figwidth(8)  # 设置宽度\n",
    "fig.get_figure().set_figheight(8)  # 设置高度\n",
    "plt.title(f\"{name}和猪价相关性分析(近{len(df)}个交易日)\", loc=\"center\")\n",
    "plt.show()"
   ]
  }
 ],
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